Table B引用陳正宗終身特聘教授著作的書籍、期刊與會議論文
海洋大學河海工程系 陳正宗終身特聘教授
1.M. H. Aliabadi and C. A. Brebbia, Advanced Formulations in Boundary Element Methods, Computational Mechanics Publ., Southampton, 1993.
2.M. H. Aliabadi and C. A. Brebbia, Advances in Boundary Element Methods for Fracture Mechanics, Computational Mechanics Publ., Southampton, 1993
3.A. Portela, Dual Boundary Element Analysis of Crack Growth, Computational Mechanics Publ., Southampton, 1993.
4.A. Portela, Crack Growth Analysis Using Boundary Elements, Computational Mechanics Publ., Southampton, 1995.
5.V. M. A. Leitao, Boundary Elements in Nonlinear Fracture Mechanics, Computational Mechanics Publ., Southampton, 1994.
6.Y. Mi, Three Dimensional Analysis of Crack Growth, Computational Mechanics Publ., Southampton, 1996.
7.N. N. V. Prasad, Thermomechanical Crack Growth Using Boundary Elements, Computational Mechanics Publ., Southampton, 1998.
8.A. Wilde, A dual boundary element formulation for three-dimensional fracture analysis, WIT Press, 2000.
9.A. L. Saleh, Crack growth in concrete using boundary elements, Comp. Mech. Publ., Southampton, 1997.
10.J. Y. Li, E. Lee, S. Hsieh and D. X. Xiang, Handy MSC/NASTRAN --- Example problem manual, The MacNeal-Schwendler Company, 1992.
11.J. Tuhkuri, Dual Boundary Element Analysis of Closed Cracks, Int. J. Numer. Meth. Engng., Vol.40, pp.2995-3014, 1997.
12.J. Tuhkuri, Experimental investigations and computational fracture mechanics modelling if brittle ice fragmentation, Acta Polytech Scie. Mech., Vol.120, pp.1-105, 1996.
13.A. Young, A Single-domain Boundary Element Method for 3-D Elastostatic Crack Analysis Using Continuous Elements, Int. J. Numer. Meth. Engng., Vol.39, pp.1265-1293, 1996.
14.A. Young, Improved Numerical Method for the Traction Boundary Integral Equation By Application of Stokes' Theorem, Int. J. Numer. Meth. Engng., Vol.40, pp.3141-3161, 1997.
15.A. M. Yan and H. Nguyen-Dang, Multiple cracked fatigue crack growth by BEM, Computational Mechanics, Vol. 16, pp. 273-280, 1995.
16.D. H. Tsaur and S. R. Her, Effects of a Hole on Uplifting Forces on a Submerged Horizontal Thin Plate, Journal of Marine Science and Technology, Vol.4, No.1, pp.55-60, 1996.
17.M. Tanaka, V. Sladek and J. Sladek, Regularization Techniques Applied to Boundary Element Methods, Appl. Mech. Rev., Vol.47, No.10, pp.457-499, 1994.
18.D. E. Beskos, Boundary element methods in dynamic analysis: Part II (1986-1996), Appl. Mech. Rev., Vol.50, No.3, pp.149-197, 1997.
19.M. H. Aliabadi, Boundary Element Formulations in Fracture Mechanics, Appl. Mech. Rev., Vol.50, No.2, pp.83-96, 1997.
20.J. Y. Huang and H. So, Determination of dynamic stress intensity factors of multiple cracks, Int. J. Fracture, Vol.36, pp.187-198, 1988.
21.A. Portela, M. H. Aliabadi and D. P. Rooke, Dual Boundary Element Method:Effective Implementation for Crack Problems, Int. J. Numer. Meth. Engng., Vol.33, pp.1269-1287, 1992.
22.S. H. Crandall, A New Hysteretic Damping Model ?Mech. Res. Commu., Vol.22, No.2, p.201, 1995.
23.L. J. Gray, B. Chinta and James H. Kane, Symmetric-Galerkin Fracture Analysis, Engineering Analysis with Boundary Elements, Vol.15, pp.103-109, 1995.
24.L. J. Gray and G. H. Paulino, Crack Tip Interpolation, Revisited, SIAM Journal on Applied Mathematics, Vol.58, No.2, pp.428-455, 1998.
25.曹登皓, 岳景雲, 周鄂東, 「侵水剛性垂直薄板擋波效果的對偶邊界元素法解析」, 十七屆海洋工程研討會論文集, 中華民國台灣, 第749-763 頁(1995).
26.K. T. Chau and Y. B. Wang, A New Boundary Integral Formulation for Plane Elastic Bodies Containing Cracks and Holes, Int. J. Solids and Structures, Vol.36, No.14, pp.2041-2074, 1999.
27.L. J. Gray and G. H. Paulino, Symmetric-Galerkin Boundary Integral Fracture Analysis for Plane Orthotropic Elasticity, IUTAM Symposium on Innovative Computational Methods for Fracture and Damage, 1996.
28.L. J. Gray and G. H. Paulino, Symmetric-Galerkin Boundary Integral Fracture Analysis for Plane Orthotropic Elasticity, Vol.20, pp.26-33, 1997.
29.H. B. Chen, P. Lu, M.G. Huang and F. W. Williams, An Effective Method for Finding Values on and near Boundaries in the Elastic BEM, Computers and Structures, Vo.69, pp.421-431, 1998.
30.S. W. Chyuan, Finite Element Simulation of a Twin-Cam 16-Valve Cylinder Structure, Finite Element Analysis and Design, Vol.35, pp.199-212, 2000.
31.S. W. Chyuan, A study of loading history effect for thermoviscoelastic solid propellant grains, Computers and Structures, Vol.77, pp.735-745, 2000.
32.E. Detournay and A. H.-D. Cheng, Plane strain analysis of stationary hydraulic fracture in a poroelastic medium, Int. J. Solids and Structures, Vol.27, No.13, pp.1645-1662, 1991.
33.A. H.-D. Cheng and E. Detournay On singular integral equations and fundamental solutions of poroelasticity, Int. J. Solids and Structures, Vol.35, No.34, pp.4521-4555, 1998.
34.E. N. Pan, A general boundary element analysis of 2-D linear elastic fracture mechanics, Vol.88, No.4, pp.41-59, 1997.
35.E. N. Pan,C. S.Chen and B.Amadei, A BEM formulation for anisotropichalf-plane problems,Vol.20, No.3, pp.185-195, 1997.
36.M. Denda and Y. F. Dong, Complex variable approachto the BEM for multiple crack problems, ol.141, pp.247-264, 1997.
37.E. Pan and B. Amadei, Fracture mechanics analysis of cracked 2-D anisotropic media with a new formulation of the boundary element method, Vol.77, pp.161-174, 1996.
38.E. Pan and B. Amadei, Boundary element analysis of fracture mechanics in anisotropic bimaterials, Vol.23, No.8, pp.683-691, 1999.
39.M. Ameen, B. K. Raghuprasad, A Hybrid Technique of modeling of cracks using displacement discontinuity and direct BEM, Vol.67, pp.343-355, 1994.
40.Y. Mi and M. H. Aliabadi, Dual boundary element method for 3-D fracture mechanics analysis, Vol.10, pp.161-171, 1992.
41.Y. Mi and M. H. Aliabadi, Dual boundary element method for three-dimensional crack growth analysis, Proceedings of BEM XV Conference, C. A. Brebbia and J. J. Rencis Eds., pp.249-260, 1993.
42.M. Ettouney, H. Benaroya and J. Wright, Boundary element methods in Probabilistic Structural-analysis (PBEM), Vol.13, pp.432-441, 1989.
43.M. Denda and Y. F. Dong, Analytical formulas for 2-D crack tip singular boundary element for rectilinear cracks and crack growth analysis, Vol.23, pp.35-49, 1999.
44.簡秋記與李俊南，以改良式邊界積分方程式分析三維聲波輻射問題，中國土木水利工程學刊，第六卷，第三期，頁289-298，1994。
45.張建仁，對偶邊界元素法及領域分割在振動問題之應用，海洋大學河海工程研究所博士論文，基隆，1999。
46.C. S. Chen and C. C. Ke, Fracture propagation of anisotropic plates by the boundary element method, J. Chinese Institute of Engineers, Vol.22, No.6, pp.741-751, 1999.
47.H. Kebir, J. M. Roelandt and Foulquier, A new singular boundary element for crack problems --- Application to bolted joints, Engineering Fracture Mechanics, Vol.62, pp.497-510, 1999.
48.V. V. Zozulya and P. B. Rivera, Boundary integral equations and the existence theorems in contact problems with friction, J. Chinese Institute of Engineers, Vol.23, No.3, pp.313-320, 2000.
49.趙儒民，對偶邊界元素法於船体結構裂縫問題之研究，國科會八十九年度專題研究計劃，成功大學造船與船舶機械工程學系，1999。
50.陳義麟，二維圓柱外域Helmholtz 場虛擬頻率產生機制之探討，中華民國第二十二屆全國力學會議論文集，頁525-533，台南，1998。
51.A. M. Chiu, Determination of the kern of a spread foundation, Geotechnical Engineering Journal, Accepted, 2000.
52.H.-K. Hong and C. S. Liu, Coulomb friction oscillation: modeling and responses to harmonic loads and base excitations, J. Sound and Vibration, Vol.229, No.5, pp.1171-1192, 2000.
53.S. J. Zhou, S. X. Sun and Z. Y. Cao, The dual boundary contour method for two-dimensional crack problems, Int. J. Fracture, Vol.92, pp.201-212, 1998.
54.N. Elvin and C. Leung, A fast iterative boundary element method for solving closed crack problems, Engng. Fract. Mech., Vol.63, pp.631-648, 1999.
55.J. R. Chang, W. C. Yeih and R. F. Liu, Solving the eigenproblem of a rod using the dual BEM in conjunction with the domain partition technique, pp.11-22, Proceedings of the 13th Asian Technical Exchange and Advisory Meeting on Marine Structures, Keelung, Taiwan, 1999.
56.R. M. Chao and F. C. Lin, Determining loading conditions of a cracked plate using inverse method with dual boundary elements, pp.283-292, Proceedings of the 13th Asian Technical Exchange and Advisory Meeting on Marine Structures, Keelung, Taiwan, 1999.
57.S. Zhou, Z. Cao and S. Sun, The traction boundary contour method for linear elasticity,Int. J. Numer. Meth. Engng., Vol.46, No.11, pp.1883-1895, 1999.
58.C. Alessandri and V. Mallardo, Crack identification in two-dimensional unilateral contact mechanics with the boundary element method, Comp. Mech., Vol.24, pp.100-109, 1999.
59.黃嘉彥，以差排模式分析受彈性應力波作用下裂縫周圍之應力分析，台大機械工程研究所博士論文，1987。
60.B. Yang and K. Ravi-Chandar, A single-domain dual BEM formulation incorporating a cohesive zone model for elastostatic cracks, Int. J. Fracture, Vol.93, No.1-4, pp.115-144, 1998.
61.P. H. Wen, M. H. Aliabadi and A. Young, Approximate dynamic crack frictional contact anlysis for 3D Structure, J. Chinese Institute of Engineers, Vol.22, No.6, pp.785-793, 1999.
62.V. V. Zozulya and P. I. Gonzalez-Chi. Weakly singular, singular and hypersingular integrals in 3D elasticity and fracture mechanics, J. Chinese Institute of Engineers, Vol.22, No.6, pp.763-775, 1999.
63.G. C. Hsiao and W. L. Wendland, Boundary integral methods in low frequency acoustics, J. Chinese Institute of Engineers, Vol.23, No.3, pp.369-375, 2000.
64.S. R. Kuo, W. Yeih and Y. C. Wu, Applications of the generalized singular-value decomposition method on the eigenproblem using the incomplete boundary element formulation, J. Sound and Vibration, Vol.235, No.5, pp.813-845, 2000.
65.R. M. Chao, Y. J. Chen and F. C. Lin, Determining the unknown traction of a cracked elastic body using the inverse technique with the dual boundary element method, Computer Modeling in Engineering \& Science, Vol.2, No.1, pp.73-85, 2001.
66.R. M. Chao and S. Y. Lee, An h-adaptive refinement BEM procedure using modified sample point error analysis in two-dimensional elastic problems, Advances in Engineering Software, Vol.30, No.4, pp.227-242, 1999.
67.A. M. Linkov, Complex variables boundary integral equations of elasticity theory, St-Petersburg Science (Publ. House of RussianAcademy of Sciences), 1999. (in Russian)
68.A. M. Linkov, Boundary integral equations in elasticity theory, Kluwer Academic Press, 2002.
69.A. H.-D. Cheng, Boundary element methods --- An overview, Mechanics Bulletin, Vol.90, pp.1-17, 2000.
70.G. D. Manolis and R. P. Shaw, Harmonic elastic waves in continuously heterogeneous random layers, Engineering Analysis with Boundary Elements, Vol.19, No.3, pp.181-198, 1997.
71.R. P. Shaw and G. D. Manolis, A generalized Helmholtz equation fundamental solution using a conformal mapping and dependent variable transformation, Engineering Analysis with Boundary Elements, Vol.24, pp.177-188, 2000.
72.G. D. Manolis, R. P. Shaw and S. Pavlou, Elastic waves in nonhomogeneous media under 2-D conditions: I. fundamental solution, Soil Dynamics and Earthquake Engineering, Vol.18, No.1, pp.19-30, 1999.
73.S. Mukherjee, `` Finite parts of singular and hypersingular integrals with irregular boundary source points '', Engineering Analysis with Boundary Elements, Vol.24, No.10, pp.767-776, 2000.
74.L. J. Gray and T. Kaplan, 3D Galerkin Integration Without Stokes, Engineering Analysis with Boundary Elements, Vol. 24, No.4-5, pp.289-295, 2001.
75.J. R. Chang, W. Yeih and J. J. Chang, Applications of the complete multiple reciprocity method for solving one-dimensional Helmholtz equation of a semi-infinite domain, Advances in Engineering Software, Vol.32, No.2, pp.111-117, 2000.
76.J. R. Chang and W. Yeih, Applications of domain partition in BEM for solving the vibration of a rod subjected to a spatially distributed harmonic loadings, J. Chinese Institute of Engineers, Vol.24, No.2, pp.151-171, 2001.
77.Geomechanics Abstracts, Vol.1997, No.2, p.117, 1999.
78.V. V. Zozulya and P. I. Gonzalez-Chi. Application of the BIE with hypersingular integrals in fracture mechanics, Boundary Elements XXII, edited by B. A. Brebbia and H. Power, pp.451-460, 2000.
79.M. H. Aliabadi, The boundary element method --- applications in solids and structure, Vol.2,John-Wiley, New York, 2001.
80.M. A. Abido, Pole placement technique for PSS and TCSC-based stabilizer design using simulated annealing, Int. J. Elec. Power, Vol.22, No.8, pp.543-554, 2000.
81.W. Dai, Y. Zhang and R. Nassar, A three dimensional numerical algorithm for predicting temperature rise in resist with arbitrary geometry of pattern during X-ray exposure, Microelectron Eng. Vol.49, No.3-4, pp.217-231, 1999.
82.W. Dai and R. Nassar, A hybrid finite element-finite difference method for thermal analysis in X-ray lithography, Int. J. Numer. Meth. Heat Fluid Flow, Vol.9, pp.660-676, 1999.
83.H. Hegab, Chen B. and W. Dai et al. Transient three-dimensional numerical model for thermal analysis in X-ray lithography, Numer. Heat Transfer, Vol.34, No.8, pp.805-819, 1998.
84.W. Dai and R. Nassar, Preconditioned Richardson numerical method for thermal analysis in X-ray lithography with cylindrical geometry, Numer. Heat Transfer, Vol.34, No.6, pp.599-616, 1998.
85.A. F. Averill and H. S. Mahmood, Determination of tertiary current distribution in electrodeposition cells. I. Computational techniques Transactions of the Instititute of Metal Finishing, Vol.75, pp.228-233, 1997.
86.S. W. Lo and J. Y. Lee, Optimum blank shapes for prismatic cup drawing-consideration of friction and material anisotropy, J. Manufacturing Science and Engineering, Transactions of the ASME, Vol.120, No.2, pp.306-315, 1998.
87.邱活泉、何建誠與邱垂鈺，利用MSC/NASTRAN 改善化學機械研磨非均勻性，MSC. Software: Taiwan Solution Forum 2000, Taipei, 2000.
88.A. H. D. Cheng, D. L. Young and C. C. Tsai, Solution of Poisson's equation by iterative DRBEM using compactly supported, positive definite radial basis function,Engineering Analysis with Boundary Elements, Vol.24, No.7-8, pp.549-557, 2000
89.Y. X. Mukherjee and S. Mukherjee, Error analysis and adaptivity in three-dimensional linear elasticity by the usual and hypersingular boundary contour method, Int. J. Solids and Structures, Vol.38, No.1,pp.161-178, 2001.
90.M. H. Aliabadi and C. A. Brebbia, Boundary element formulations in fracture mechanics : a review, in Localized Damage IV, Computer Aided Assessment and Control, Edited by H. Nishitani, M. H. Aliabadi, S.-I. Nishida and D. J. Cartwright, Comp. Mech. Publ., 1996.
91.Seungwon, Youn, Applications of displacement and traction boundary integral equations for fracture mechanics analysis, Ph. D. Thesis, Iowa State Univ., 1993.
92.張建仁、劉如峰與葉為忠，Helmholtz 方程於虛擬邊界元素法之探討，中華民國力學學會第二十四屆全國力學會議論文集，ATM 24-I-90, 中壢中原。
93.P. Partheymuller, M. Haas and G. Kuhn, Comparison of the basic and the discontinuity formulation of the 3D-dual boundary element method, Engineering Analysis with Boundary Elements, Vol.24, No.10, pp.777-788, 2000.
94.林福春，對偶邊界積分方程式於裂縫問題之研究，成功大學造船暨船舶機械工程研究所，台南，1999。
95.D. W. Chang, J. M. Roesset and C. H. Wen, A time-domain viscous damping model based on frequency-dependent damping ratios, Soil Dynamics and Earthquake Engineering, Vol.19, pp.551-558, 2000.
96.張俊德，邊界積分法於三維室內聲場脈衝響應研究，海洋大學造船工程研究所，基隆，1998。
97.廖維貞，螺槳鳴音之理論分析及數值預測，海洋大學造船工程研究所，基隆，1998。
98.劉建良，彈性輻射之速度波數與噪音輻射方向性之分析與計算，海洋大學系統暨造船工程研究所，基隆，1999。
99.劉如峰，Helmholtz 方程於正規邊界元素法之探討，海洋大學系統暨造船工程研究所，基隆，2000。
100.R. E. Taylor and M. Ohkusu, Green functions for hydroelastic analysis of vibrating free-free beams and plates, Applied Ocean Research, Vol.22, No.5, pp.295-314, 2000.
101.J. C. Miranda-Valenzuela, K. H. Muci-Kuchler, S. Soriano-Soriano, Adaptive meshing for two-dimensional thermoelastic problems using Hermite boundary elements, Advances in Engineering Software, Vol.32, pp.171-188, 2001.
102.S. W. Chyuan, Nonlinear thermoviscoelastic analysis of solid propellant grains subjected to temperature loading, Finite Element Analysis and Design, Vol.38, No.7, pp.613-630, 2002.
103.全湘偉、蔣作群與許寶慧，2001, MEMS 矽微熱元件剪應力計之分析、設計、製作暨應用，電子月刊第七卷第三期，170-186 頁。
104.H.-K. Hong and C. S. Liu, Non-sticking oscillation formulae for Coulomb friction under harmonic loading, J. Sound and Vibration, Vol.244, No.5, pp.883-898 2001
105.. L. J. Gray, Evaluation of singular and hypersingular Galerkin integrals: direct limits and symbolic computation, Chapter 2, Singular Integrals in Boundary Element Method, Edited by V. Sladek and J. Sladek, Comp. Mech. Publ., 1998.
106.T. Burczynski and W. Beluch, The identification of cracks using boundary elements and evolutionary algorithms, Engineering Analysis with Boundary Elements,Vol.25, pp.313-322, 2001.
107.M. Chati, S. Mukerherjee and G. H. Paulino, The meshless hypersingular boundary node method for three-dimensional potential theory and linear elasticity problems, Engineering Analysis with Boundary Elements, Vol.25, No.8, pp.639-653, 2001.
108.Z. R. Niu, X. X. Wang, H. L. Zhou and C. L. Zhang, A novel boundary integral equation method for linear elasticity - natural boundary integral equation, Acta Mechanica Solida Sinica, Vol.14, No.1, pp.1-10, 2001.
109.A. Salvadori and A. Carini, Analytical integration in 3D BEM, in the Symposium of the International Association for Boundary Element Method, IABEM 2000, Brescia, Italy.
110.A. Salvadori and A. Carini, Analytical integration in 3D BEM, Preliminaries, Computational Mechanics, Vol.28, pp.175-184, 2002.
111.S. W. Kang and J. M. Lee, Comments on `` Vibration analysis of arbitrary shaped membranes using non-dimensional dynamic influence functions'' ---Author's reply, J. Sound and Vibration, Vol.235, No.1, pp.170-171, 2000.
112.M. S. Ingber, A. A. Mammoli and M. J. Brown, A comparison of domain integral evaluation techniques for boundary element methods, Int. J. Numer. Meth Engng., Vol.52, pp.417-432, 2001.
113.G. H. Paulino, G. Menon and S. Mukherjee, Error estimation using hypersingular integrals in boundary element methods for linear elasticity, Engineering Analysis with Boundary Elements, Vol.25, No.7, pp.523-534, 2001.
114.J. R. Chang, W. Yeih and M. H. Shieh, On the modified Tikhonov's regularization method for the Cauchy problem of the Laplace equation, J. Marine Science and Technology, Vol.9, No.2, pp.113-121, 2001.
115.W. Yeih, J. R. Chang, Kuo, S. R. and R. F. Liu, On the false degeneracy of the Helmholtz boundary integral equation, J. Sound and Vibration, Vol.258, No.1, pp.95-122, 2002.
116.C. Zhang, A 2-D hypersingular time-domain traction BEM for transient elastodynamic crack analysis, Wave Motion, Vol.35, No.17-40, 2002.
117.E. Kita and N. Kamiya, Error estimation and adaptive mesh refinement in boundary element method --- an overview, Engineering Analysis with Boundary Elements, Vol.25, No.7, pp.479-495, 2001.
118.K. H. Muci-Kuchler and J. C. Miranda-Valenzuela, A new error indicator based on stresses for three-dimensional elasticity, Engineering Analysis with Boundary Elements, Vol.25, No.7, pp.535-556, 2001.
119.M. Denda and Y. F. Dong, A unified formulation and error estimation measure for the direct and the indirect boundary element methods in elasticity, Vol.25, pp.557-564, 2001.
120.A. Salvadori, Analytical integration in 2D BEM elasticity, Int. J. Numer. Meth. Engng., Vol.53, pp.1695-1719, 2002.
121.K. H. Muci-Kuchler, J. C. Miranda-Valenzuela and S. Soriano-Soriano, Use of the tangent derivative boundary integral equations for the efficient computation of stresses and error indicators, Int. J. Numer. Meth. Engng., Vol.53, pp.797-824, 2002.
122.L. Marin and D. Lesmic, Boundary element solution for the Cauchy problem in linear elasticity using singular value decomposition, Comp. Meth. Appl. Mech. Engng., Vol.191, pp.3257-3270, 2002.
123.Nam, Mai-Duy and Thanh Tran-Cong, Mesh-free radial function network methods with domain decomposition for approximation of functions and numerical solution of Poisson's equations, Engineering Analysis with Boundary Elements, Vol.26, pp.133-156, 2002.
124.J. R. Chang and R. F. Liu, A study on the radiated fictitious resonant frequencies in the acoustic field generated by a buoy body, 第十四屆造船與輪機工程研討會, 基隆, 2002.
125.W. Chen and M. Tanaka, A mesless, integration free and boundary-only RBF technique, Computers Mathematics with Applications, Vol.43, pp.379-391, 2002.
126.A. Z. Guz and V. V. Zozulya, Fracture dynamics with allowance for crack edge contact interaction, Int. J. Nonlinear Sciences and Numerical Simulations, Vol.2, No.3, pp.173-233, 2001.
127.J. R. Chang, R. F. Liu, S. R. Kuo and W. Yeih, Application of symmetric indirect Trefftz method to free vibration problems in 2-D, Int. J. Numer. Meth. Engng, Vol.56, No.8, pp.1175-1192, 2003.
128.J. R. Chang, R. F. Liu, W. Yeih and S. R. Kuo, Application of the direct Trefftz boundary element method to the free vibration problem of a membrane, J. Amer. Soc. Acous., Vol.112, No.2, pp.518-527, 2002.
129.A. Frangi, G. Novati, R. Springhetti and M. Rovizzi, 3D fracture analysis by the symmetric Galerkin BEM, Comp. Mech., Vol.28, pp.220-232, 2002.
130.W. T. Ang, A note on the CVBEM for the two-dimensional Helmholtz equation or its modified form, Comm. Numer. Meth. Engng., Vol.18, No.8, pp.599-604, 2002.
131.Y. C. Hon and W. Chen, Boundary knot method for 2D and 3D Helmholtz and convection- diffusion problems with complicated geometry, Int. J. Numer. Meth Engng, Vol.56, pp.1931-1948, 2003.
132.黃正明，週期性負載下一維雙線性及平滑性之黏彈塑性振動行為的研究，海洋大學機械與機電工程研究所碩士論文，基隆，2002。
133.豐禮文，具有束制矩形領域Helmholtz 特徵值問題之研究，海洋大學河海工程研究所碩士論文，基隆，2002。
134.江品昭，複變數邊界元素法在彈性力學平面問題探討，海洋大學河海工程研究所碩士論文，基隆，2002。
135.W. Chen and M. Tanaka, Relationship between boundary integral equation and radial basis function, JASCOME 57th BEM conference, 2000.
136.J. C. Miranda-Valenzuela and K. H. Muci-Kuchler, Adaptive meshing with boundary elements, Topics in Engineering Software, Vol.41, WIT Press, Southampton 2002.
137.C. C. Tsai, Mehless numerical methods and their engineering applications, Ph.D. Dissertations, Department of Civil Engineering, National Taiwan University, Taipei, 2002.
138.T. Dirgantara, Boundary element analysis of cracks in shear deformable plates and shells, WIT Press, 2002.
139.P. Dineva, D. Gross and T. Rangelov, Dynamic behavior of a cracked soldered joint,Journal of Sound and Vibration, Vol.256, No.1, pp.81-102, 2002.
140.S. W. Chyuan, Dynamic analysis of solid propellant grains subjected to ignition presurization loading, J. Sound and Vibrations, Vol.268, No.3, pp.465-483, 2003.
141.S. W. Chyuan, Numerical study of upstand value of gasket design for automotive cylinder structure, Int. J. Comp. Numer. Anal. Appl., Vol.2, No.3, pp.351-359, 2002.
142.S. Mukherjee, Regularization of hypersingular boundary integral equations: a new approach for axisymmetric elasticity, Engineering Analysis with Boundary Elements, Vol.26, No.10, pp.839-844, 2002.
143.T. S. Koh and Z. Hou, A numerical method for estimating blood flow by dynamic functional imaging, Medical Engineering and Physics, Vol.24, No.2, pp.151-158, 2002.
144.A. B. Jorge, G. O. Ribeiro and T. S. Fisher, New approaches for error estimation and adaptivity for 2D potential boundary element methods, Int. J Numer. Meth. Engng, Vol.56, pp.117-144, 2003.
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